Global and Local Similarity Learning in Multi-Kernel Space for Nonnegative Matrix Factorization. [PDF]
Peng C +5 more
europepmc +1 more source
A review of decomposition methods for brain states estimation. [PDF]
Hu G +8 more
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Coupled nonnegative matrix/tensor factorization in brain imaging data
Continuous advancement of brain imaging techniques has witnessed data analysis methods evolving from matrix component analysis to tensor component analysis, from individual analysis to group analysis regarding the analysis of brain data with multi-set/multi-modal, multi-coupling and multi-way characteristics.
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CTFacTomo: Reconstructing 3D spatial structures of RNA tomography transcriptomes by collapsed tensor factorization. [PDF]
Song T, Nguyen Q, Broadbent C, Kuang R.
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Wasserstein Nonnegative Tensor Factorization with Manifold Regularization
Nonnegative tensor factorization (NTF) has become an important tool for feature extraction and part-based representation with preserved intrinsic structure information from nonnegative high-order data. However, the original NTF methods utilize Euclidean or Kullback-Leibler divergence as the loss function which treats each feature equally leading to the
Wang, Jianyu, Tang, Linruize
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Robust self supervised symmetric nonnegative matrix factorization to the graph clustering. [PDF]
Ru Y, Gruninger M, Dou Y.
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Deciphering high-order structures in spatial transcriptomes with graph-guided Tucker decomposition. [PDF]
Broadbent C, Song T, Kuang R.
europepmc +1 more source
A New Method for Dynamic Brain Connectivity Analysis Based on Tensor Decomposition in Tinnitus Using High-density Electroencephalogram in Source Domain. [PDF]
Bahman M +3 more
europepmc +1 more source
The structure is the message: Preserving experimental context through tensor decomposition. [PDF]
Tan ZC, Meyer AS.
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From biogenesis to deep modeling: a holistic review of miRNA-disease prediction computational methods with experimental comparison. [PDF]
Xie S, Law KLE.
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